Publications of Thomas Thiemann

Baratin, A.; Flori, C.; Thiemann, T.: The Holst Spin Foam Model via Cubulations. New Journal of Physics 14, 103054 (2012)

Engle, J.; Han, M.; Thiemann, T.: Canonical path integral measures for Holst and Plebanski gravity: I. Reduced phase space derivation. Classical and quantum gravity 27 (24), 245014 (2010)

Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly Gauge-Invariant General Relativistic Perturbation Theory: I. Foundations. Classical and quantum gravity 27 (5), 055005 (2010)

Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly Gauge-Invariant General Relativistic Perturbation Theory: II. FRW Background and First Order. Classical and quantum gravity 27 (5), 055006 (2010)

Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly gauge-invariant general relativistic perturbation theory: I. Foundations. Classical and quantum gravity 27 (5), 055005 (2010)

Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly gauge-invariant general relativistic perturbation theory: II. FRW background and first order. Classical and quantum gravity 27 (5), 055006 (2010)

Giesel, K.; Tambornino, J.; Thiemann, T.: LTB spacetimes in terms of Dirac observables. Classical and quantum gravity 27 (10), 105013 (2010)

Giesel, K.; Thiemann, T.: Algebraic Quantum Gravity (AQG) IV. Reduced Phase Space Quantisation of Loop Quantum Gravity. Classical and quantum gravity 27 (17), 175009 (2010)

Han, M.; Thiemann, T.: On the relation between operator constraint, master constraint, reduced phase space and path integral quantization. Classical and quantum gravity 27 (22), 225019 (2010)

Han, M.; Thiemann, T.: On the relation between rigging inner product and master constraint direct integral decomposition. Journal of Mathematical Physics 51 (9), 3486359 (2010)

Bahr, B.; Thiemann, T.: Gauge-invariant coherent states for loop quantum gravity: II. Non-Abelian gauge groups. Classical and Quantum Gravity 26 (4), 045012 (2009)

Bahr, B.; Thiemann, T.: Gauge-invariant coherent states for loop quantum gravity: I. Abelian gauge groups. Classical and Quantum Gravity 26 (4), 045011 (2009)

Dittrich, B.; Thiemann, T.: Are the spectra of geometrical operators in Loop Quantum Gravity really discrete? Journal of Mathematical Physics 50 (1), 012503 (2009)

Bahr, B.; Thiemann, T.: Approximating the physical inner product of Loop Quantum Cosmology. Classical and Quantum Gravity 24, pp. 2109 - 2138 (2007)

Giesel, K.; Thiemann, T.: Algebraic Quantum Gravity (AQG) I. Conceptual Setup. Classical and Quantum Gravity 24 (10), pp. 2465 - 2497 (2007)

Giesel, K.; Thiemann, T.: Algebraic Quantum Gravity (AQG) II. Semiclassical Analysis. Classical and Quantum Gravity 24, pp. 2499 - 2564 (2007)

Giesel, K.; Thiemann, T.: Algebraic Quantum Gravity (AQG) III. Semiclassical. Classical and Quantum Gravity 24 (10), pp. 2565 - 2588 (2007)

Pössel, M.; Thiemann, T.: Ein Kosmos ohne Anfang? Mit neuen Modellen wagen Theoretiker Aussagen über die Zeit vor dem Urknall. Der Ursprung der Welt wird zum Prüfstein für bestimmte Theorien der Quantengravitation. Spektrum der Wissenschaft Juni, pp. 32 - 41 (2007)

Brunnemann, J.; Thiemann, T.: On (Cosmological) Singularity Avoidance in Loop Quantum Gravity. Classical and Quantum Gravity 23 (5), pp. 1395 - 1427 (2006)

Brunnemann, J.; Thiemann, T.: Unboundedness of triad-like operators in loop quantum gravity. Classical and Quantum Gravity 23 (5), pp. 1429 - 1483 (2006)